In this paper, we describe a meshless approach to solve singularly perturbed differential- difference equations of the second order with boundary layer at one end of the interval. In the numerical treatment for such type of problems, first we...

The meshless method of lines (MOL) is proposed for the numerical solution of time dependent partial differential equations (PDEs). After approximating spatial derivatives of equation and boundary condition by radial basis functions the resulting...

An error indicator of the discrete least squares method (DLSM) for 2D elastostatic problems is presented.

In the DLSM, the problem domain is discretized by distributed field nodes. The field nodes are used ...

In this article, thermoelastic wave propagation based on coupled thermoelasticity (without energy dissipation) in Green-Naghdi model is studied for functionally graded (FG) thick hollow cylinder. The meshless local Petrov-Galerkin method...

A meshless approach, collocation discrete least square (CDLS) method, is extended in this

paper, for solving elasticity problems and grid irregularity effect is assessed. In the present CDLS

method, the problem domain is discretized...

A meshless approach, collocation discrete least square (CDLS) method, is extended in this paper, for solving elasticity problems. In the present CDLS method, the problem domain is discretized by distributed field nodes. The field nodes are used...

In this paper, the meshless local Petrov-Galerkin (MLPG) method is exploited for dynamic analysis of functionally graded nanocomposite cylindrical layered structure reinforced by carbon nanotube subjected to mechanical shock loading. The carbon...